I have a diagram similar to the following. Water entering the larger end is at 20degreesC. The larger end has a diameter of 8cm and Area 50.26cm2. The small side has a diameter of 3cm and Area 7.0685cm2. The water jet exerts a force of 87N on a flat plate at an unknown distance. Assuming no frictions and a steady flow Liquid is water Calculate the velocity at nozzle exit. 2. Relevant equations + ∗∗+ /∗∗ = t p1 - p2 = density/2 (v2 ^2 - v1^2) https://wikimedia.org/api/rest_v1/media/math/render/svg/5867d9ef7ba2631627c12a000ec0096b9550c390 P = F/A A1V1 = A2V2 3. The attempt at a solution I have calculated the pressure at the smaller end using P=F/A . P2 = 12..3N/cm2 Using A1V1 = A2V2 I know that V2 = 7.11 * V1 I have inputted my values in the Bernoulli Equation p1 - p2 = density/2 (v2 ^2 - v1^2) , however I am ending up with both velocities as unknowns and also P1 is unknown. I am getting stuck when I come to calculate Pressure at point 1 and Velocity at Point 2. Any pointers or suggestions would be appreciated.